Công nghệ loại bỏ khí etylen giữ rau tươi lâu hơn
“Làm sao để nông sản sau thu hoạch giữ được lâu hơn, tăng khả năng cạnh tranh hơn và ít phải đổ bỏ hơn?” là một trong những bài toán nan giải của nông dân và doanh nghiệp Việt lâu nay. Dù trong những năm gần đây đã có một số giải pháp bảo quản hiệu quả ra đời, tuy nhiên “nhiều khi đó lại ‘bí mật kinh doanh’ của từng doanh nghiệp chứ không phải quy trình chung được công bố rộng rãi” để có thể áp dụng, theo lời chia sẻ của chủ một doanh nghiệp trên báo Người Lao Động vào năm 2021. Thế nên câu hỏi về giải pháp bảo quản ấy vẫn vừa là một nỗi trăn trở, vừa trở thành một “nguồn cảm hứng” kích thích các nhà nghiên cứu từ nhiều lĩnh vực khác nhau cùng bắt tay vào tìm hướng giải quyết.
TS. Phạm Hồng Nam và các đồng nghiệp ở Viện Khoa học vật liệu, Viện Hàn lâm Khoa học và Công nghệ Việt Nam cũng không đứng ngoài xu thế ấy. Nhìn rộng ra thế giới, anh nhận thấy, “tại các nước phát triển như: Mỹ, châu Âu, công nghệ bảo quản rau quả tươi đã được nghiên cứu và áp dụng rất rộng rãi. Tuy vậy, nếu đem những công nghệ đó về áp dụng 100% tại Việt Nam thì chi phí đầu tư và vận hành rất lớn, rất khó để phù hợp với điều kiện sản xuất ở trong nước hiện nay”. Thực tế này cũng chính là lý do vào năm 2019, họ quyết định dấn thân vào lĩnh vực nghiên cứu công nghệ bảo quản, dù xuất phát điểm là những nhà nghiên cứu về vật liệu mà trước đây chưa có nhiều hướng đề tài liên quan đến nông nghiệp.
Khi bắt tay vào nghiên cứu quá trình bảo quản rau củ, bên cạnh các yếu tố cấu thành một công nghệ bảo quản hoàn thiện như quy trình thu hái, yếu tố nhiệt độ, độ ẩm, vi sinh vật, thành phần khí quyển bảo quản (như nồng độ O2, CO2,…), nhóm của TS. Nam chú ý đến khí etylen - một sản phẩm của quá trình chuyển hóa nội sinh trong rau quả tươi sau thu hái. Đây là một hormone tự nhiên thúc đẩy quá trình chín của rau quả tươi, do đó nếu nồng độ etylen trong môi trường bảo quản rau gia tăng, loại khí này sẽ đẩy nhanh tốc độ chín của rau quả và từ đó làm giảm thời gian bảo quản sản phẩm. “Nghiên cứu thực tế trên 23 loại rau quả tươi khác nhau cho thấy, khi duy trì ngưỡng nồng độ etylen trong môi trường bảo quản ở mức 5ppb (tức 0,005ppm), thời gian bảo quản tăng 60% so với nồng độ 0,1ppm - ngưỡng được coi là chấp nhận được đối với một quá trình bảo quản rau củ tươi. Vì vậy, việc kiểm soát khí etylen là một trong những yếu tố quan trọng quyết định thời gian bảo quản. Nếu làm cho nồng độ etylen càng thấp thì thời gian bảo quản càng được kéo dài”, TS. Nam giải thích.
Nâng cao khả năng hấp phụ
Đào sâu hơn vào các công nghệ loại bỏ khí etylen, nhóm nghiên cứu của TS. Nam nhận thấy ba phương pháp chính đang được sử dụng ở trên thế giới hiện nay là: sử dụng chất xúc tác, sử dụng màng vi sinh, và sử dụng các chất hấp phụ - oxy hóa. Phân tích ưu và nhược điểm của các giải pháp này, họ nhận ra, phương pháp sử dụng các chất xúc tác chuyển hóa etylen cho hiệu quả cao song nhược điểm là chi phí chế tạo, vận hành cũng không hề thua kém. Hay ngược lại, nếu sử dụng phương pháp màng vi sinh thì chi phí khá rẻ nhưng hiệu quả bảo quản lại thấp và không ổn định, do sự hoạt động của vi sinh vật phụ thuộc rất khắt khe vào các yếu tố môi trường. “Với phương pháp còn lại là sử dụng các chất hấp phụ - oxy hóa, đây là giải pháp phổ biến nhất do hiệu quả tốt và không tốn nhiều chi phí vận hành”, TS. Nam phân tích.
Tuy nhiên, hạn chế của phương pháp cũ nằm ở chỗ: các chất hấp phụ - oxy hóa trên thị trường hiện nay thường được sử dụng dưới hình thức màng lọc, túi chứa hạt hoặc thiết bị mà lớp hấp phụ ở trạng thái tĩnh. “Do đó, thường chỉ có khoảng 50% chất oxy hóa (ví dụ như KMnO4) tham gia được vào quá trình loại bỏ etylen, khiến cho vật liệu rất nhanh bị đạt đến trạng thái bão hòa và đòi hỏi phải thường xuyên được thay thế. Không chỉ vậy, một nhược điểm nữa của phương pháp này là hiệu quả hấp phụ của vật liệu cũng giảm nhanh trong các môi trường bảo quản có độ ẩm cao”, TS. Nam giải thích.
Xác định điểm mấu chốt và cũng là điểm khó nhất của nghiên cứu nằm ở chỗ làm sao để tăng được hiệu suất sử dụng chất oxy hóa, nhóm nghiên cứu của TS. Nam đã “thử và sai” với nhiều phương án khác nhau và cuối cùng đi đến giải pháp: sáng chế thiết bị theo nguyên lý tầng sôi. “Thiết bị của chúng tôi vẫn sử dụng vật liệu hấp phụ cũ là KMnO4nhưng điểm khác biệt là: thiết bị sẽ thổi dòng khí qua một lớp hạt rắn tại một tốc độ tới hạn, đủ để làm các hạt rắn lơ lửng trong dòng khí đó”, TS. Nam giải thích. Tại sao họ lại lựa chọn nguyên lý này? “Chìa khóa giải quyết vấn đề hiệu suất chính là phải liên tục ‘tái sinh’ vật liệu trong một thiết bị có cơ cấu tái sinh, được thiết kế để đảm bảo tính liên tục của dòng hạt vật liệu. Với nguyên lý này, bản chất của thiết bị là giúp vật liệu hấp phụ loại bỏ được hơi nước bị ‘ngấm’ vào hạt mang xốp sau một chu kì hoạt động, nhờ đó nó có thể giúp cho hơn 90% lượng KMnO4đã được chuyển hóa tiếp tục tham gia vào quá trình loại bỏ etylen, thay vì chỉ 50% như trước đây - có nghĩa là tăng được hiệu suất”, TS. Nam nói.
![Description: Sơ đồ nguyên lý hoạt động của thiết bị loại bỏ khí 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)
Sơ đồ nguyên lý hoạt động của thiết bị loại bỏ khí etylen.
Cụ thể, mô hình thiết bị loại bỏ khí etylen của nhóm có cấu tạo chính gồm: tháp hấp phụ - oxy hóa dạng tầng sôi; tháp sấy hoàn nguyên (để tăng hiệu quả hoạt động của hạt vật liệu); và hệ thống vận chuyển các hat vật liệu được thiết kế nhằm đảm bảo sự tuần hoàn liên tục của chúng. Để tạo thuận lợi cho quá trình loại bỏ khí etylen, nhóm nghiên cứu đã lựa chọn các hạt vật liệu có dạng cầu và có kích cỡ phù hợp với tốc độ của quạt ở tháp tầng sôi cũng như tương thích với kết cấu của tấm chặn phối khí.
Với cấu tạo này, không khí trong môi trường bảo quản sẽ được quạt hút vào tháp hấp phụ - oxy hóa, sau đó được tấm chặn phân phối khí phân bố đi. Sau khi các hạt vật liệu hấp phụ etylen, chúng sẽ được luân chuyển sang tháp hoàn nguyên thông qua cơ cấu vận chuyển hạt và được tách biệt với môi trường bảo quản. Các hạt này tiếp đó sẽ được sấy khô (hoàn nguyên) và rơi xuống đáy tháp sấy, từ đó đi vào khoảng không phía trên của tấm chặn phân phối khí và chuẩn bị cho chu trình tiếp theo. Đồng thời cũng ở bước sấy này, hơi nước sẽ bị cuốn ra ngoài theo cửa xả khí.
“Nhờ nguyên lý hoạt động này, tốc độ hấp thụ, chuyển hấp thụ và chuyển hóa etylen sẽ được tăng lên đáng kể so với việc sử dụng hạt hấp phụ ở trạng thái tĩnh, hiệu suất hấp phụ sẽ có thể tăng từ 5-7 lần. Ngoài ra, lưu lượng dòng khí lớn cũng sẽ giúp cho thiết bị có thể áp dụng được ở các quy mô bảo quản lớn như các xe container, các kho bảo quản lạnh”, nhóm nghiên cứu chia sẻ về tiềm năng của thiết bị. Và điều đáng mừng là, công nghệ này sẽ có thể được điều chỉnh để áp dụng được ở phạm vi rất đa dạng, từ các loại hoa cho đến các loại trái cây như chuối, xoài, bơ hay các loại rau quả tươi như cà chua, bắp cải,...
Với những điểm mới đó, thiết bị loại bỏ khí etylen do TS. Nam và các đồng nghiệp phát triển đã được Cục Sở hữu Trí tuệ (Bộ KH&CN) cấp bằng độc quyền sáng chế số 1-0030332 vào tháng 12/2021. Trong tương lai, nhóm của TS. Nam sẽ tiếp tục nghiên cứu việc tích hợp hệ thống đo nhiệt độ, độ ẩm, khí etylen,… và ứng dụng công nghệ số để có thể tạo ra một thiết bị hoàn chỉnh và thuận tiện cho những người bình thường cũng có thể dễ sử dụng. Dù chặng đường để trở thành một sản phẩm thực tế ngoài thị trường với thiết bị này có lẽ vẫn còn khá dài do nghiên cứu mới ở giai đoạn đầu và được thực hiện đánh giá trên quy mô phòng thí nghiệm, song nhóm nghiên cứu tin tưởng, nếu sản xuất đại trà, “thiết bị sẽ có thể có giá thành phù hợp với điều kiện ở Việt Nam do sử dụng được ngay những vật liệu đang sẵn có trên thị trường”, TS. Nam chia sẻ về điểm mạnh của công nghệ.
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